A260059 - cp's OEIS frontend

A260059 Infinite square array whose n-th row lists the numbers k for which A086793(k)=n, where A086793 = number of iteration of A034690 (sum of digits of divisors) to reach a fixed point, read by antidiagonals.

n	a(n)
1	8
2	14
3	7
4	20
5	21
6	4
7	26
8	39
9	35
10	3
11	59
12	43
13	44
14	54
15	2
16	62
17	52
18	48
19	56
20	11
21	19
22	122
23	57
24	49
25	128
26	101
27	37
28	12
29	123
30	61
31	50
32	171
33	136
34	73
35	64
36	6
37	143
38	67
39	65
40	182
41	138
42	109
43	108
44	29
45	5
46	149
47	84
48	99
49	188
50	160
51	127
52	301
53	33
54	23
55	13
56	167
57	93
58	104
59	216
60	184
61	163
62	553
63	47
64	24
65	31
66	9
67	206
68	112
69	105
70	248
71	190
72	181
73	589
74	83
75	28
76	38
77	25
78	10
79	239

[8, 14, 7, 20, 21, 4, 26, 39, 35, 3, 59, 43, 44, 54, 2, 62, 52, 48, 56, 11, 19, 122, 57, 49, 128, 101, 37, 12, 123, 61, 50, 171, 136, 73, 64, 6, 143, 67, 65, 182, 138, 109, 108, 29, 5, 149, 84, 99, 188, 160, 127, 301, 33, 23, 13, 167, 93, 104, 216, 184, 163, 553, 47, 24, 31, 9, 206, 112, 105, 248, 190, 181, 589, 83, 28, 38, 25, 10, 239]

cp's OEIS Frontend

A260059 Infinite square array whose n-th row lists the numbers k for which A086793(k)=n, where A086793 = number of iteration of A034690 (sum of digits of divisors) to reach a fixed point, read by antidiagonals.

Table of values

List of values

n	a(n)
1	8
2	14
3	7
4	20
5	21
6	4
7	26
8	39
9	35
10	3
11	59
12	43
13	44
14	54
15	2
16	62
17	52
18	48
19	56
20	11
21	19
22	122
23	57
24	49
25	128
26	101
27	37
28	12
29	123
30	61
31	50
32	171
33	136
34	73
35	64
36	6
37	143
38	67
39	65
40	182
41	138
42	109
43	108
44	29
45	5
46	149
47	84
48	99
49	188
50	160
51	127
52	301
53	33
54	23
55	13
56	167
57	93
58	104
59	216
60	184
61	163
62	553
63	47
64	24
65	31
66	9
67	206
68	112
69	105
70	248
71	190
72	181
73	589
74	83
75	28
76	38
77	25
78	10
79	239

n	a(n)
1	8
2	14
3	7
4	20
5	21
6	4
7	26
8	39
9	35
10	3
11	59
12	43
13	44
14	54
15	2
16	62
17	52
18	48
19	56
20	11
21	19
22	122
23	57
24	49
25	128
26	101
27	37
28	12
29	123
30	61
31	50
32	171
33	136
34	73
35	64
36	6
37	143
38	67
39	65
40	182
41	138
42	109
43	108
44	29
45	5
46	149
47	84
48	99
49	188
50	160
51	127
52	301
53	33
54	23
55	13
56	167
57	93
58	104
59	216
60	184
61	163
62	553
63	47
64	24
65	31
66	9
67	206
68	112
69	105
70	248
71	190
72	181
73	589
74	83
75	28
76	38
77	25
78	10
79	239

n	a(n)
1	8
2	14
3	7
4	20
5	21
6	4
7	26
8	39
9	35
10	3
11	59
12	43
13	44
14	54
15	2
16	62
17	52
18	48
19	56
20	11
21	19
22	122
23	57
24	49
25	128
26	101
27	37
28	12
29	123
30	61
31	50
32	171
33	136
34	73
35	64
36	6
37	143
38	67
39	65
40	182
41	138
42	109
43	108
44	29
45	5
46	149
47	84
48	99
49	188
50	160
51	127
52	301
53	33
54	23
55	13
56	167
57	93
58	104
59	216
60	184
61	163
62	553
63	47
64	24
65	31
66	9
67	206
68	112
69	105
70	248
71	190
72	181
73	589
74	83
75	28
76	38
77	25
78	10
79	239